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1.
Wireless Technologies
– A case study for IEEE 802.11g
OFDM system
Arpan Pal
Center of Excellence for Embedded Systems
TCS, Kolkata
arpan_pal@tcscal.co.in
2.
Introduction
Cellular Wireless Systems & Wireless Networks
802.11g OFDM PHY development
System Description
Development Framework
Simulation Issues
Receiver Algorithms
Implementation Issues
Simulation Results
Security Algorithms
Areas of future - Convergence to 4G
Agenda
3.
Wireless is the next giant leap in information services. The new paradigm
for connectivity enables business to operate
• faster
• better
• more cost effectively
• and more profitably
through the use of
• always on,
• always connected, and
• always available content and applications.
With the tremendous increase in wireless LANs, Mobile phones, PDAs,
and other mobile devices, the merging of computation and
telecommunication technologies is a fundamental part of modern society.
Can broadly be classified into two types – Cellular Wireless Systems
and Wireless Networks
Introduction
4.
CellularWireless Systems Roadmap
9.6 k
64 k
384 k
1000 k
2000 k
5000 k
1995 2000 2005
AMPS
TACS NMT
IS136
GSM
IS95A
IS95B
GSM-GPRS
1980
CDMA2000
W-CDMA
4G3G2.5G2G1G
???
5.
Wireless Networks PAN – IEEE 802.15
LAN – IEEE 802.11
MAN – IEEE 802.16
6.
OFDM Overview
• Multi-Carrier Modulation Technique
• Carrier spacing kept minimum maintaining orthogonality
• Multi-path robustness due to multi-carrier
• Reduction of ISI through Guard Bands
• Robust against narrow-band interference
• Efficient FFT based receiver structures
• Simpler Frequency Domain Channel Equalization
• Simpler Receiver Synchronization Techniques
• High peak-to-average power levels
• Susceptible to RF Front-end non-linearity
• Susceptible to LO frequency offset / drift
7.
802.11g OFDMPHY
Assemble
frame
Scrambler
Convolution
Block
Interleaver
Bit Mapper IFFT Add Guard
Interval
Window
MAC Layer
DAC
RF Transmitter
Transmit
Remove
Guard
Interval
FFT Channel / Phase
Correction
De-mapper
De-interleaver Viterbi
Decoder Descrambler Disassemble
Frame
Channel Estimator
Frequency/Phase Correction
MAC Layer
ADC
RF Receiver
AGC
AFC
Receive
Management Entity
PLCP
PMD
PMD
PLCP
Frame
Sync &
Coarse
Frequ.
Correct
Receiver Sync
PLME
Preamble & Pilot Insertion
8.
Development Framework
Simulation Environment
Fixed point Model
Floating point Model
MATLAB model
Analysi
s
Result
C
System level model
Analysi
s
Result
VHDL / Verilog
Simulation
Synthesis
Rest of the process
9.
Simulation Issues
• Proper selection of channel models with various delay-spreads and Doppler
shifts.
• Proper simulation of Sampling Clock error.
• Proper simulations of Phase and Frequency Error.
• Proper modeling of Phase Noise.
• Proper modeling of I-Q imbalance.
• AGC
• Proper modeling of the LNA and anti-aliasing filter.
• AWGN noise.
10.
ReceiverAlgorithms
• Time Synchronization
Packet Detection
Energy Based
Frame Synchronization
Short Training Sequence Cross-Correlation Based
False Alarm Reduction
Short Training Sequence Auto-Correlation Based
11.
ReceiverAlgorithms
• Frequency Synchronization
Frequency Offset Estimation
Coarse estimate based on Short Training Sequence Cross-Correlation
Fine estimate based on Long Training Sequence Cross-Correlation
Frequency Offset Correction
Time domain (pre-FFT) rotation based on estimated offset
Carrier Phase Tracking
Phase offset due to residual frequency offset and sampling clock error
Pilot based estimation for phase
Each OFDM symbol contains 4 pilots
Frequency domain (post FFT) rotation for phase correction
12.
ReceiverAlgorithms
• Channel Estimation
Assumes quasi-stationary channels (does not change within a packet)
Channel Transfer function estimated from long training sequence (LTS)
Estimated Channel Transfer Function
= FFT(Received LTS) / FFT(ideal LTS)
Takes care of indoor channels along with gain variation
Channel compensation done post FFT by dividing with estimated
Channel Transfer Function
13.
Implementation Issues
• Use of Radix-22
FFT /IFFT algorithm instead of a Radix-2 or a Radix-4
implementation.
• Use of CORDIC (COordinate Rotation DIgital Calculation) for performing
complex multiplication and division.
• Determining the scaling factor to be used after every stage of the FFT block.
• Deciding on the number of iterations to be used for implementing CORDIC.
• Approximating all sqrt(x2
+ y2
) with (|x| + |y|) for hardware simplification
and altering the various threshold values accordingly.
• LUT implementation of various mathematical calculations.
• Deciding on the number of bits to be used for ADC
• Fixing the number of bits to be used for implementing FFT/IFFT.
14.
Simulation Results
2
3
4
5
15.
Simulation Results
Channel Model 3 used
16.
Security Algorithms
• “An Alternative Approach for Enhancing Security of Wireless Networks using
Physical Layer Encryption” – patent filed
• Provides enhanced security against
- Data Privacy
- Data Forgery
- Denial of Service
• Two KEY Security method (secure KEY delivery assumed)
• KEYS used to encrypt/modify physical layer parameters like
- Error Control Coding Rate
- Type of Modulation / Constellation Mapping
- Length of Packet
- Interleaving Pattern
- Phase offset
• Contribution presented in IEEE 802.20 Standard body meeting in September,
2003
17.
Areas of future – Convergence to 4G
• 4G is whatever that is beyond 3G
• To be used for Real-Time Video Delivery and similar applications
• QOS is important
• Calls for more efficient Modulation, ECC and Equalization
• Incorporation of Mobility and stringent Multipath including non- LOS
scenario into Wireless Networks can lead to 4G
• OFDM and UWB likely candidates for 4G PHY
• Space-Time Diversity, Smart Antenna Processing and Multiple-Input-
Multiple-Output (MIMO) systems are also likely to be used
• CDMA with its multi-user capabilities can provide the access mechanism
• Calls for implementation of a MAC layer that seamlessly integrates all the
above features of PHY

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Bitm2003 802.11g

  • 1. 1. Wireless Technologies – A case study for IEEE 802.11g OFDM system Arpan Pal Center of Excellence for Embedded Systems TCS, Kolkata arpan_pal@tcscal.co.in
  • 2. 2. Introduction Cellular Wireless Systems & Wireless Networks 802.11g OFDM PHY development System Description Development Framework Simulation Issues Receiver Algorithms Implementation Issues Simulation Results Security Algorithms Areas of future - Convergence to 4G Agenda
  • 3. 3. Wireless is the next giant leap in information services. The new paradigm for connectivity enables business to operate • faster • better • more cost effectively • and more profitably through the use of • always on, • always connected, and • always available content and applications. With the tremendous increase in wireless LANs, Mobile phones, PDAs, and other mobile devices, the merging of computation and telecommunication technologies is a fundamental part of modern society. Can broadly be classified into two types – Cellular Wireless Systems and Wireless Networks Introduction
  • 4. 4. CellularWireless Systems Roadmap 9.6 k 64 k 384 k 1000 k 2000 k 5000 k 1995 2000 2005 AMPS TACS NMT IS136 GSM IS95A IS95B GSM-GPRS 1980 CDMA2000 W-CDMA 4G3G2.5G2G1G ???
  • 5. 5. Wireless Networks PAN – IEEE 802.15 LAN – IEEE 802.11 MAN – IEEE 802.16
  • 6. 6. OFDM Overview • Multi-Carrier Modulation Technique • Carrier spacing kept minimum maintaining orthogonality • Multi-path robustness due to multi-carrier • Reduction of ISI through Guard Bands • Robust against narrow-band interference • Efficient FFT based receiver structures • Simpler Frequency Domain Channel Equalization • Simpler Receiver Synchronization Techniques • High peak-to-average power levels • Susceptible to RF Front-end non-linearity • Susceptible to LO frequency offset / drift
  • 7. 7. 802.11g OFDMPHY Assemble frame Scrambler Convolution Block Interleaver Bit Mapper IFFT Add Guard Interval Window MAC Layer DAC RF Transmitter Transmit Remove Guard Interval FFT Channel / Phase Correction De-mapper De-interleaver Viterbi Decoder Descrambler Disassemble Frame Channel Estimator Frequency/Phase Correction MAC Layer ADC RF Receiver AGC AFC Receive Management Entity PLCP PMD PMD PLCP Frame Sync & Coarse Frequ. Correct Receiver Sync PLME Preamble & Pilot Insertion
  • 8. 8. Development Framework Simulation Environment Fixed point Model Floating point Model MATLAB model Analysi s Result C System level model Analysi s Result VHDL / Verilog Simulation Synthesis Rest of the process
  • 9. 9. Simulation Issues • Proper selection of channel models with various delay-spreads and Doppler shifts. • Proper simulation of Sampling Clock error. • Proper simulations of Phase and Frequency Error. • Proper modeling of Phase Noise. • Proper modeling of I-Q imbalance. • AGC • Proper modeling of the LNA and anti-aliasing filter. • AWGN noise.
  • 10. 10. ReceiverAlgorithms • Time Synchronization Packet Detection Energy Based Frame Synchronization Short Training Sequence Cross-Correlation Based False Alarm Reduction Short Training Sequence Auto-Correlation Based
  • 11. 11. ReceiverAlgorithms • Frequency Synchronization Frequency Offset Estimation Coarse estimate based on Short Training Sequence Cross-Correlation Fine estimate based on Long Training Sequence Cross-Correlation Frequency Offset Correction Time domain (pre-FFT) rotation based on estimated offset Carrier Phase Tracking Phase offset due to residual frequency offset and sampling clock error Pilot based estimation for phase Each OFDM symbol contains 4 pilots Frequency domain (post FFT) rotation for phase correction
  • 12. 12. ReceiverAlgorithms • Channel Estimation Assumes quasi-stationary channels (does not change within a packet) Channel Transfer function estimated from long training sequence (LTS) Estimated Channel Transfer Function = FFT(Received LTS) / FFT(ideal LTS) Takes care of indoor channels along with gain variation Channel compensation done post FFT by dividing with estimated Channel Transfer Function
  • 13. 13. Implementation Issues • Use of Radix-22 FFT /IFFT algorithm instead of a Radix-2 or a Radix-4 implementation. • Use of CORDIC (COordinate Rotation DIgital Calculation) for performing complex multiplication and division. • Determining the scaling factor to be used after every stage of the FFT block. • Deciding on the number of iterations to be used for implementing CORDIC. • Approximating all sqrt(x2 + y2 ) with (|x| + |y|) for hardware simplification and altering the various threshold values accordingly. • LUT implementation of various mathematical calculations. • Deciding on the number of bits to be used for ADC • Fixing the number of bits to be used for implementing FFT/IFFT.
  • 16. 16. Security Algorithms • “An Alternative Approach for Enhancing Security of Wireless Networks using Physical Layer Encryption” – patent filed • Provides enhanced security against - Data Privacy - Data Forgery - Denial of Service • Two KEY Security method (secure KEY delivery assumed) • KEYS used to encrypt/modify physical layer parameters like - Error Control Coding Rate - Type of Modulation / Constellation Mapping - Length of Packet - Interleaving Pattern - Phase offset • Contribution presented in IEEE 802.20 Standard body meeting in September, 2003
  • 17. 17. Areas of future – Convergence to 4G • 4G is whatever that is beyond 3G • To be used for Real-Time Video Delivery and similar applications • QOS is important • Calls for more efficient Modulation, ECC and Equalization • Incorporation of Mobility and stringent Multipath including non- LOS scenario into Wireless Networks can lead to 4G • OFDM and UWB likely candidates for 4G PHY • Space-Time Diversity, Smart Antenna Processing and Multiple-Input- Multiple-Output (MIMO) systems are also likely to be used • CDMA with its multi-user capabilities can provide the access mechanism • Calls for implementation of a MAC layer that seamlessly integrates all the above features of PHY

Notes de l'éditeur

  1. - Radix-2 : (N/2) log2N multiplications and N log2N additions - Radix-4 : (3N/8) log2N multiplications and (3N/2) log2N additions - Radix-2s: (3N/8) log2N multiplications and N log2N additions
  2. - Radix-2 : (N/2) log2N multiplications and N log2N additions - Radix-4 : (3N/8) log2N multiplications and (3N/2) log2N additions - Radix-2s: (3N/8) log2N multiplications and N log2N additions